Zyi – xJ, What is the magnitude and direction of the vector field made with the V5, –26.6° 5, 26.6° V5,63.4° V5, 26.6° 5,–26.6° positive x-axis at the point (-1, 1)? Q10. If a vector field V is Solenoidal we know that the V.V > 0 v•D < 0 V.V + 0 V.V = 0 V· V × 0 vector field V satisfies...? Q11. If pis any scalar then V × Vø = 0 is TRUE or FALSE? SOMETIMES FALSE SOMETIMES CANNOT FALSE TRUE TRUE DETERMINE -2 -3) -2) 3 G Q12. What is the inverse of the matrix ( ) ? 2 -3) -2) -1 -2
Zyi – xJ, What is the magnitude and direction of the vector field made with the V5, –26.6° 5, 26.6° V5,63.4° V5, 26.6° 5,–26.6° positive x-axis at the point (-1, 1)? Q10. If a vector field V is Solenoidal we know that the V.V > 0 v•D < 0 V.V + 0 V.V = 0 V· V × 0 vector field V satisfies...? Q11. If pis any scalar then V × Vø = 0 is TRUE or FALSE? SOMETIMES FALSE SOMETIMES CANNOT FALSE TRUE TRUE DETERMINE -2 -3) -2) 3 G Q12. What is the inverse of the matrix ( ) ? 2 -3) -2) -1 -2
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
please send correct answer for Q 10
![Q6. If F(x,y,z) = (x – 3)² + (y – 3)², what is
2(у - 3)
2(х - 3)
2y
2
4
ay?
Q7. V(x, y) = x³ + y³ and x = 2t + r, y = 2t – r , what
is ?
av
3x? + 3y?
3x² – 6y²
6x² + 6y²
6x² – 6y²
3x² – 3y²
ar
Q8. If Ā = i+j, B = i+;j, what is the angle
between Ā and B ?
00
180°
300
45
90°
Q9. V = 2yī – xJ, what is the magnitude and
direction of the vector field made with the
5, 26.6°
V5, 63.4°
V5,-26.6°
V5, 26.6°
5, -26.6°
positive x-axis at the point (–1, 1)?
Q10.
If a vector field V is Solenoidal we know that the
V·V > 0 v•V < 0
V.V + 0 v. = 0 v.V = 0
vector field V satisfies..?
Q11.
If øis any scalar then V × Vø = 0 is TRUE or
SOMETIMES
TRUE
SOMETIMES
CANNOT
FALSE
TRUE
FALSE?
FALSE
DETERMINE
Q12.
What is the inverse of the matrix ( )?
3
-2 -3)
-3)
2
-3)
-1 -2/
Q13.
Curl measures a vector field's tendency to do
Το Μοve
horizontally
To Originate
from the
Το Μοve
vertically
To Converge
to the point
To Rotate
what about a point?
point
Q14.
If F(x, y, z) = 2x? + xyz – y²z
%3D
What is 3F.
ax2
xz - 2yz
-2
4
-2z
4x + yz](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff6b572ef-c150-472a-b31d-8f512ee37557%2F96b3050c-8e88-48f5-af82-ce56c963152b%2Fid0tmx1k_processed.png&w=3840&q=75)
Transcribed Image Text:Q6. If F(x,y,z) = (x – 3)² + (y – 3)², what is
2(у - 3)
2(х - 3)
2y
2
4
ay?
Q7. V(x, y) = x³ + y³ and x = 2t + r, y = 2t – r , what
is ?
av
3x? + 3y?
3x² – 6y²
6x² + 6y²
6x² – 6y²
3x² – 3y²
ar
Q8. If Ā = i+j, B = i+;j, what is the angle
between Ā and B ?
00
180°
300
45
90°
Q9. V = 2yī – xJ, what is the magnitude and
direction of the vector field made with the
5, 26.6°
V5, 63.4°
V5,-26.6°
V5, 26.6°
5, -26.6°
positive x-axis at the point (–1, 1)?
Q10.
If a vector field V is Solenoidal we know that the
V·V > 0 v•V < 0
V.V + 0 v. = 0 v.V = 0
vector field V satisfies..?
Q11.
If øis any scalar then V × Vø = 0 is TRUE or
SOMETIMES
TRUE
SOMETIMES
CANNOT
FALSE
TRUE
FALSE?
FALSE
DETERMINE
Q12.
What is the inverse of the matrix ( )?
3
-2 -3)
-3)
2
-3)
-1 -2/
Q13.
Curl measures a vector field's tendency to do
Το Μοve
horizontally
To Originate
from the
Το Μοve
vertically
To Converge
to the point
To Rotate
what about a point?
point
Q14.
If F(x, y, z) = 2x? + xyz – y²z
%3D
What is 3F.
ax2
xz - 2yz
-2
4
-2z
4x + yz
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